7477820408 - TLN ⚔ MAGID - Series 1 - Game 2 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Radiant | | | Lost | 30:00 |
7477756218 - TLN ⚔ MAGID - Series 1 - Game 1 - | TLN.ponyo - | Support Safelane | Dire | | | Won | 32:40 |
7476514430 - XctN ⚔ MAGID - Series 1 - Game 2 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Radiant | | | Won | 30:43 |
7476445163 - XctN ⚔ MAGID - Series 1 - Game 1 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Dire | | | Won | 36:16 |
7474894115 - MIPH ⚔ MAGID - Series 2 - Game 2 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Dire | | | Lost | 33:59 |
7474838202 - MIPH ⚔ MAGID - Series 2 - Game 1 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Radiant | | | Won | 39:32 |
7473240121 - MaEs ⚔ MAGID - Series 2 - Game 1 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Offlane | Dire | | | Won | 49:23 |
7472152027 - IAP ⚔ neon - Series 2 - Game 2 - | neon.Castaway - | Support Safelane | Radiant | | | Won | 32:05 |
7471939852 - MAGID ⚔ MeParb - Series 2 - Game 2 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Dire | | | Lost | 44:32 |
7467014707 - TT ⚔ MeParb - Series 1 - Game 2 - | TT.khishka - | Support Safelane | Dire | | | Won | 48:26 |
7466725033 - MIPH ⚔ MAGID - Series 1 - Game 1 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Radiant | | | Won | 27:07 |
7465373728 - neon ⚔ MIPH - Series 1 - Game 2 - | neon.Castaway - | Support Offlane | Radiant | | | Won | 31:26 |
7465040426 - IAP ⚔ TT - Series 1 - Game 1 - | IAP.Grimz - | Support Safelane | Dire | | | Lost | 34:40 |
7463846445 - MaEs ⚔ MAGID - Series 1 - Game 1 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Dire | | | Won | 25:17 |
7459287639 - IAP ⚔ MAGID - Series 1 - Game 2 - | IAP.Grimz - | Support Safelane | Dire | | | Lost | 51:16 |
7457256492 - MAGID ⚔ MeParb - Series 1 - Game 1 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Dire | | | Won | 56:26 |
7456978080 - MIPH ⚔ KAI - Series 1 - Game 3 - | KAI.Jollibee - | Support Safelane | Radiant | | | Lost | 22:12 |
7453787118 - MAG ⚔ MAGID - Series 1 - Game 2 - | MAGID.(∇² + k²)p(x) = −f(x) - | Support Safelane | Dire | | | Won | 30:40 |